| Product Number | 4H01-1-4C |
| CAS | 4787-77-3 |
| MDL Number | MFCD00051659 |
| Molecular Formula | C10H13NO |
| Molecular Weight | 163.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-4C
CAS: 4787-77-3
Molecule Weight: 163.22
Formula: C10H13NO
PN: 4H01-1-4F
CAS: 78864-00-3
Molecule Weight: 191.274
Formula: C12H17NO
PN: 4H07-1-3S
CAS: 5181-06-6
Molecule Weight: 191.274
Formula: C12H17NO
![2-[(3-Chloropropyl)amino]phenol](data:image/png;base64,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)
PN: 4656-5-1U
CAS: 37576-01-5
Molecule Weight: 185.65
Formula: C9H12ClNO
PN: 4H48-1-0A8
CAS: 79252-84-9
Molecule Weight: 191.186
Formula: C10H9NO3
TSCA: Not listed on TSCA inventory
![2-[(3-Fluoropropyl)amino]phenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcwAAAXMAGKSTBPAAAB83pUWHRtb2xTb3VyY2UAAHiclZTrb5swEMD/lZM/DxvMs1FIFbWqNKndpLWT9m1ywEmRwK4Mef33OxPa4mQjGg9xPt/vbN+D+e2hqWEnTVtplZOA+gSkKnRZqU1Ofr48eBm5XcwLNEJD1ebkteveZozt93tavMpGHLSihW7IaX52aCvHZh9SbTaM+37Afj09PveMV6m2E6qQSLXVrO2Vj7oQXb+LfyzBGmF2lWInc9aY3cnbb+7bx6eHtiSfZ7nDuSWisK5qCWttGtHBjvsUH/8LbKSSRnSyhNUR1SGN8OyL+dO9LraNVB2K1kNViPq5M9sCFY2uZbFFZyh8vc9JEyAgOt0sjRFHsJJViwAEBxGCiEDEIBIQKYgMxA2IwMcX5wOOca6lXejl+CZz8h3uRve34fuAAeI54TRJ0ggCGoZhCrh9vMAbhp6rHkYDgofycc0YlVEKCSqzCDJU8oDAEV17EU249RbSLLbf8zGnYXBaLY7+f4wBYh8RWsxXWpUjEaoyJyvciTX5IdctH6JHQJtSGixI68CajgHuAjbWH8Dyb0DoAjYz00DkAjaP00DsAjbr00DiArZGpoH04tBXgMwFbAlOh/XGBWzBTgOB7xJ9fV9BzpPd98MV5izf7/1zybBRfbH3bkXxopPZqM0Z/twWfwBmK3svuQ+CuwAAKBlJREFUeF7t3QncbXO9P3CNRCRJhSK6hboppUwhwx8dUVHRZLgKuW6SMYRuF10NaHJNx3BMUSRESBpwqFNIQjLPZR6P4fd/vvu81rb38pzj2d+z9znreZ73+/VaLzzrt4e17LU+a63fNEcBgIQ56n8AgJEQIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkChMZ6z3v+r7WMRC9lgf4QIDRWL6HQS1mgPwQIjdVLKPRSFugPAUJj9RIKvZQF+kOA0Fi9hEIvZYH+ECA0Vi+h0EtZoD8ECI3VSyj0UhboDwFCY1Wh0MsCzDoChMaqh8NIFmDWESA0Vi+h0EtZoD8ECI3VSyj0UhboDwFCY/USCr2UBfpDgNBYvYRCL2WB/hAgNFYvodBLWaA/BAiN1Uso9FIW6A8BQmP1Egq9lAX6Q4DQWL2EQi9lgf4QIACkCBAAUgQIACkCBIAUAQJAigABIEWA0FhV09z3vvf/ytVX31Nf3UUzXsaz//vCHCNa+q3/7wh9UoVCLJ///Bn11V0ECONZPSimt/Rb/98R+qQKhbXWOqb1z1//+sZ6kTYBwng2qIB4IbP+E2GEqlA4+eS/tP75sY+dXJ5++pl6sRYBwngmQKCmCoUIjQiPKkyGI0AYzwQI1HSGQjy+qh5nPfLIk7WSAoTxTYBATT0UoiI9/vt735vcUWqaelkYTwQI1NRDIZryRpPeFVc8otx118MdJZ9fFsaTemur4ZZBGMy7jgGPP/542WyzzcrLX/7ysuqqq5Z77723XoQBGy4U9tjjgtbf9trrV11/H64sg/XUU0+VnXbaqcw555xl2WWXLbfeemu9CLNIPSyGWwZhMO86yp1yyill8cUXL3PMMUd7efWrX12++93vlqlTp9aLMyDDhcKddz7cugOJO5Frrnku1Icry+D88pe/LEsvvXTXMTL33HOXfffdtzz22GP14gzYIENiRmb9JzbYn//857L66qt3HRSLLLJIefGLX9z+76WWWqqcc8459ZcyANMLhUMOmdz6+9Zb/7z9t+mVpb+uv/768uEPf7jrGFl44YXLS1/60vZ/L7bYYuWkk06qv5QBEiCzUTye+sIXvlBe8pKXtA+Cf/u3fys///m0E9Qf/vCHssoqq3QdNBMmTCjXXntt7Z3op+mFQrTCWnPNaZ0LL7roptbfpleW/njwwQfLzjvv3HqkWx0Diy66aJk0aVJr/d/+9rey7rrrdh0j8eh3ypQptXdiEATIbBCPo77zne+U+eefv/2jf9WrXlUOPPDAYR9VnXDCCeVNb3pTu2wcTF/5ylfKAw88UC9KH8woFKrOhRtvPK1z4YzKkvfMM8+UI488srzuda9r/+5f8YpXlL322qs8+uij9eLlrLPOKm9729vaZeOibKuttir33DPjscyYOQJkFjv77LO7fujxmOo//uM/yt13310v2iUOmr333rv1vLd67Wtf+9py+OGHtw42+mdGoRCh8dGPntRaf8opV8+wLDm//e1vh/bpe7ruKj7xiU+Um26adtc3PXHx9e1vf/t5F2bf+ta3hr0wY2SemvpYueWqs8tjD95VXyVAZpW41V5vvfW6DooPfOAD5Y9//GO96AzdfPPNZZNNNul6n3e/+93loosuqhdlBp555tly4YU3ll/96sb6qhcMhXhdrF977WOHLRuV7Mcff2V56KEnu/7OjMVve9NNN+36bb/rXe/q+bcddx2f//znux4Nv/Wtby1nnnlmvSgv4O+Xn1SO332xVkic8/0P11cLkEG7//77y4477lhe9rKXtX/M8TjqxBNPrBftSVylLbfccl0H20iu0ihlypQ7y6c+9ZP2yf+ee7ofiQwXCnVV58Lhyn7kIye2/hb1JT/5yV9bYcX0ReupffbZp+9313/605/Kaqut1nWMrLPOOkMBf029KDX33jKl/OzAD3Q1x73k1J3qxQTIoMQP/7DDDmsdCNWPNw6QOFD61dxwes+Jv/a1rw37nHi8u+OOh8vuu5/fdeLffPPTypNPPt1VbrhQqKs6Fw5XNnqsd37GppueOnSneUdXGaaZFfV7P/7xj7uax8fF3Je+9KVy33331YuOe489dHe56NitymFbv7gdDifv9bZy81Vn1Yu2CJAB+PWvf9269e688vnUpz5VbrnllnrRvnihlirj3eOPP1UOPfTystJKR7ZP6vH46fTTrxnY3cGf/3xn+exnf9oVJLvscl65/faH6kXHpeFaGH7oQx8aWAvD6KD79a9/vcwzzzztz1twwQXLj370o/L0090XEOPRM09PLVece2CZ+KVXtUNh4g7zlyvO+3ZrXdOMyQC58cYby8c//vGug+K9731v+d3vflcvOhDDtZVfaaWVymWXXVYvOm6cffb1Qyem49sn8RVWOLwcdNAlww6M2G/PDmXTz372t/L//t9x7c+Pzog//OHlQ3ehT9WLjwt33XVX2XLLLZ/Xx+kXv/hFvehA3HbbbeUzn/lMedGLXtT+/He+853lV7/qHmFgPLn5yjPLSXu9tR0ch23zknLRcZ8vjz/c3FEwxlSAPPLII2XPPfcsc801V/tHGY+VjjrqqJl6hptV760bB+vmm29e7rzzznrRMSseMW2xxelddwA77PCLcvPN/Xs0MlKPPjq11Qkxwqv6LuutN6mcddZ19aJj1pNPPln+93//t8w333zt32W0lppdoyxcfPHF5X3ve1/XxdbHPvax8o9//KNedMy6/85rylkHr9NVz3HGt1Yr/7zlT/WijTNmAuS4445r9RqvfoTxGGmXXXZpPVaanWK8oEMOOaQ1FEr13eadd96y//77tw7mseqf/3y07Lvvr8vyyx/WPllHn41LLpn94yXdeuuDZccdz+0KtaiD+ctfZtyEe7Q744wzylve8pb27zBaR2299dazfZy3Z4duEY8++ujyhje8of3dYnytr371q+Xhh7sHzRxLnnj0vvL7k79UDt/2Ze3gOGH3xcsNf/hxvWhjjfoAmTx5cllxxRW7rmA22GCD1mOkJvnnP/9ZvvjFL3YN+bDkkkuW0047rV50VJs69Zmhk8Gfygc+cFT75PzBDx5dTjzxqunOJji7TJ58W/n4x3/c/p5RGb/33hcOnVDHVsOHv/71r2XttdfuOkZiyJ4rrriiXnS2euihh8ruu+/eCo/qe8YwKcccc0wrZMaKZ595ulx90Y/KMTsu2A6OI7efp/zxzK+Xp6c+Xi/eaKM2QO64447WaLmdz1CXWWaZct5559WLNspVV11V1lhjja6Dec011xy6+h1+pr3RJCZ92nDDaU1nY3nf+w4futP6bXnggeYeFBFq0as9Qq763hF+Rx455XmtwkabaN20/fbbd120vPnNby6nnnpqvWij3HDDDeWjH/1o1zHy/ve/f+ju9ZJ60VHn9r/9qpyy778/97hq6xeVXx35mfLI/bfVi44Koy5A4rHPfvvt13oMVP24FlhggfK9732v9bhotPjpT39allhiifY2xEEedyj/+te/6kUb74Yb7ivbbntm1yOhbbb5+dBd4OjZlgcffKJ885u/a4VetQ0bbHBiueCC0fcsPloz/eAHPyivec1r2r+vV77yleUb3/hGeeKJJ+rFG+uCCy4o73jHO9rbEBeLn/3sZ8vtt99eL9p4D937j/LLH32sq57jtP3eV+664eJ60VFlVAXIcCfd7bbbblSedMNoD8O4sxjupDtcr/LRYrgwjFF/R0sYDnfS/dznPjcqT7phtIfh4489XC444avliC/O2Q6O43Z+Q7n24qOnNQ8c5UZFgFx55ZVj9rFPiMdx0TprtDyOi3A7/PDoQb5r12Ofo476U6sOZCyIx3FVT/bqcdx++zX3cdzf//73oe/7ka5jJB77XHrppfWio9L0HsfF3D1NFHU2k449pnxopYXL59eco3x/yzlaITL5tN3L1CfGTsOARgdIVDxvu+22z6t4Pv300+tFx4ToJ9L0BgERahFu88yzeFlkkY8OXe1+fUxWPIeqQcCqq05sB8nqqx9RJk48fyhEm1E/EhXPu+2225iveK5Mr0FAzOXTFFFXE+Hd+n+xwBxlvXfPUSYd8NHy4L031IuOeo0MkLjCPfjgg5/X9PWAAw4Y001fK9EkOXqwV9vehCbJEWIRZtV3etGLXlrWWWfLoQN39NUR9KqzSfJSS+1eXv/6dcq73rVKOffcc+tFZ5kIh4kTJz6v6esee+wxppu+VqJJcszZU217E5okR+fIqKPpfJIQjxMn//6CetExo3EBEgdlvfPdFltsMdDOdzHez+WXX16OP/741hhZMQZQPFKKJSbJqf49/h7ro1yU7+c4QXXRKTLmXKh3iowxt2Zlp8gIrV133bVreJbobxMhN95cffVdZaONvl7mm+/t7X2x/vrrl+uum7UdEaPz3fLLL9/+DrFstNFG46rzXWhKp8ioi/nv//7vVt1M9T2izuaHP/zhmB+epTEBEgdhHIydB0UM/xEn6n6Lq+kYYDGGrO7sfJhZ4vXxPvF+g3jUNNywLDFHw6CHZYkr3OjB//rXv779uRFm0dM/wm08O/HEH5c3vvGN7f0S4brTTjsN9IIi3Hrrra3hPzp/CzH8x4UXXlgvOq7EHD4xl8/sGJYl6mCiLqb63Bgg8r/+67/GzQCRsz1AZtUAhHF1FncPnT1xh1viyiFGDI0rvHi2Wi3x3/H3ztYgwy3x/vE5/b4aHG5gyAiuQQwMGeEUY4d1flaEWIQZ08QoyzHacoy6XO2jhRZaqBxxxBF9v0Oc3gCEhx566Ji/wu1FzOkzqwaGjDqXOC90flbUzUQdzXgy2wIkDrI42OKgq/4H9HsI9PiMuEJYeeWVu/5HV0tUBkcz4HiWHBVfUWk/ElEuysfr4vXxPvX3jiU+Nz6/XyeUQQ9NH2EUoxV3bkOEVoQXw4vJlz75yU927bOYH+Y3v/lNvWjKySefPOwQ6DG/DcOLOX46h6aPfRZzAfXjDjHqWL7whS90TZIVdTFRJzMezZYAGW4SpjgI+zUJUzz/jLF14ja28zPihzRhwoTW3U2MRtpP8X7xvvH+nZNWxRLfI75Pv57LxoHQz8mxpjeRUISVK9yRicAY7jcdAZMRkzCtuuqqXe9nEqaRm9FvOnNBF8du1K10TtMbdS9RBzMeGvZMzywNkOlNA9uvq7UQHak65zqPJabRjAENX2i+836Jz4nPi8/t/B7xveL79UvcmscteudnxC18L9PzDne19uUvf9kVbsL07qr33nvvEd9Vmwa2v+Kueman5426lM5zStS1RJ3LrDqfNNksCZA4eOIgqj8vntmpMjtFE7r6o4Rll1229QigX5/Rq/jc+Pz4Hp3fK75nfN9+iR94593WSH7gETIxF3zn94q54mPOeGZO3CFGpXpnvV5UukfrvemJK9xvf/vb5VWvelX7NfHv3/rWt/p25zqeRb1eND7p/L1Hvd6Mnnr04wJtrBt4gMRBU2+x0u+pMqNjYWefkehIFVN0Nkl8n/he1XeM79vPDpEjvcUersVKXF2dffbZHe9GPwzXsjDqxeotC88666yuu9W4+9hqq61adyP0z3BTT0fLwmgu39mysN+PiMeygQVITJVZr7yO+oF+toiIk+YOO+zQfv+qsix65zZRfK/6DzO+fz+vMKOSLzpU1Sv5Ytj4Aw88sOsKN8LmO9/5Tl8/n+ebXt+muCqOfkadx0jUe0yZMqX+FvRRtPyMjrn1lp/HHnvsQBupjEUDCZC11lqr66CIxyvnnHNOvdhMiQEUo59I9RlxhRAdrEaD+J6d9Q6xHf0eEHK4ZobVEuESLUlmZ6/d8SZGVzjooIO67pQ7l8UWW6z1uJNZpz66Qn0ZVDP5sWQgAVKNyxO3h3HQ9Htk2fif2nlFFz+C0dZxJ75v5483tmcQP9ZoRtx50oqxtpo0btB4E03At9lmm/ZwF3E3uu+++7b6ejB7xPhuncOiROfMQXfUHSsGEiBV7+V4PNNv0Yyxc5yoGEhuNIvvX21LbNcgmmnGsCPVZ4y0rwuDFQ0fYtKkmGCM2S8ucmPg1pgRcXY1uhmNBhIgVaV5/M/op7hCr947niPH3c1YENtRVWrH9vX7TiQejQgQoN9GTYBEHUH12CpOtlHhNZbE9lQhEtvZzzoRAQIMwqgIkGiG2llhPlbuPOpiu6ptjO3tVw9XAQIMwqgIkM6muv16z6aK7au2tV91SAIEGITGB0h0tqtarESrpfGgap0V292PzoYCBBiERgfI7bff3m6CGv0mRltT3azYzqqfSGx/7IeZIUCAQWh0gFRjW8Wc6KOlk2C/xPZWc8HHfpgZAgQYhMYGyPnnn98+6cXwH+NRbHe1D2J/ZAkQYBAaGSAxNlM1umwMQNjUsa0GLba7GoAx9kd2zCoBAgxCIwMkJl+qTnjjfQTM2P5qX8R+yRAgwCA0LkBiGIHq7iPm0Xj22WfrRcaV2P5qPpHYL5lhFgQIMAiNC5AY/K862Z100kn11eNS7Idqn8T+6ZUAAQahcQFSzSESE+xkrrbHotgP1YRDsX96JUCAQWhUgNxwww3tToMHH3xwffW4Fvsj9kvsn9hPvRAgwCA0KkBiXoR4XcyRYDrPbrE/qpkMYz/1QoAAg9CoAKkmdYmpb3m+2C+xf2I/9UKAAIPQmACJ6SWrk9ykSZPqqxkS+6XaR7G/RkqAAIPQmACJyezjNfGM/6677qqvZkjsl6qOKPbXSAkQYBAaEyAxgX28ZplllqmvokPsn9hPsb9GSoAAg9CYAFlkkUVar9luu+3qq+gQ+yf2U+yvkRIgwCA0IkAeeOCB9glu4sSJ9dV0iP1T7avYbyMhQIBBaESAXHbZZe0T3O9///v6ajrE/qn2Vey3kRAgwCA0IkCOO+44J7gRiv1T7avYbyMhQIBBaESA7LPPPq3yCyywQH0Vw4j9FPsr9ttICBBgEBoRIF/+8pdb5XvtIDdeVR0uY7+NhAABBqERAbLVVlu1yi+33HL1VQwj9lPsr9hvIyFAgEFoRIBssskmrfKrrbZafRXDiP0U+yv220gIEGAQGhEgG2ywQav8uuuuW1/FMGI/xf6K/TYSAgQYhEYEiDuQ3rgDAZqgEQGiDqQ36kCAJmhEgGiF1RutsIAmaESA6AfSG/1AgCZoRIDoiT5yeqIDTdGIADEW1sgZCwtoikYEiNF4R85ovEBTNCJAgvlARsZ8IEBTNCZAzEg4MmYkBJqiMQFiTvQXZk50oEkaEyDXX399+yQ3adKk+mqGxH6p9lHsr5ESIMAgNCZAQtVBbsKECfVVDIn9Evun1w6XAgQYhEYFyL777tt63cte9rJyzz331FePa7E/Yr/E/on91AsBAgxCowLkhhtuaD/jP/jgg+urx7XYH7FfYv/EfuqFAAEGoVEBElZeeeXWa9/61reWZ555pr56XIr9EPsj9kvsn14JEGAQGhcgp5xySvtkd9JJJ9VXj0uxH6p9EvunVwIEGITGBUhcbS+11FKt1y+77LLl2WefrRcZV2L7Yz/E/oj9krkrEyDAIDQuQMLRRx/dPuGdeOKJ9dXjSmx/tS9iv2QIEGAQGhkgU6dObd+FLLzwwuWhhx6qFxkXYrtj+6u7j9gvGQIEGIRGBkg4//zz2ye9HXfcsb56XIjtrvZB7I8sAQIMQmMDJHzyk59svc9LX/rScvHFF9dXj2mxvbHdsf2xH2aGAAEGodEBcvvtt5dXv/rVrfd605veVO677756kTEptjO2N7Y7tj/2w8wQIMAgNDpAwumnn97uXLjBBhvUV49JsZ2xvbHdsf0zS4AAg9D4AAk77LBD+wTYr/dsqti+altju/tBgACDMCoC5MknnywrrbRS+yR40EEH1YuMCbFd1TbG9sZ294MAAQZhVARI+Ne//lWWXnrp1vu++MUvLscee2y9yKgW2xPbFdsX2xnb2y8CBBiEURMg4ZZbbmm/d5xsx8qdSGxHFR6xfbGd/SRAgEEYSIDMP//8rZPVhz/84fqqmXbNNdeURRddtH1C3G233epFRpX4/tW2xHbF9vXbLrvs0v6MKVOm1FcDpAwkQOacc872CWvFFVcsl112Wb3ITIkr9OpxVizRamm0NfGN71u1tooltqffdx433nhj2XjjjdufEctcc81V9txzz/LII4/UiwP0ZCABcsQRR5SFFlqofdKK5qibb755ueOOO+pF06KOoLNiPfpNjJbOhvE9q34escR29LPOI8IhQiLCovqMl7/85eUlL3lJ+78XWWSRMVePBMxaAwmQ8NRTT5VDDjmkLLDAAu2T1rzzzlv222+/vrUuirGhOpv4xox9MfxHU8fOiu8V36+aWTCW+P7ZMa6GE6EQ4dAZHLvuumvrs//+97+XDTfcsL0ulhVWWKFceuml9bcBeEEDC5BKXFl/8YtfbA/LEcuSSy5ZfvrTn9aLpkVnu6rHeiwxAOEJJ5xQLzZbxfepBkaMJb5vPzoJViZPntwKg85wiLCI0KiLcbXe/va3t8vFHeLnPve5me7xDowvAw+QylVXXVXWXHPNrhPcGmus0fp7P9x2223tsbOqJebRiBZImTk0+iE+Nz6/ms+jWuJ7xvfth3gsuNlmm7V768cS4fBCgy/GHeL3v//98prXvKb9ule+8pXlf/7nf8oTTzxRLw7wPLMsQCqnnXZa6w6kOmnFnUncofSreekFF1xQ3va2t3WdsGM62Hicdvfdd9eLD0R8TnxeNQ1ttcT3iu/XD3GSj5N9nPSr94/HhREKEQ4jFXeI//mf/9l1h/jmN7+5/OQnP6kXBegyywMkRB3I/vvv36oT6Tz5xUm3l5Pf9ESdQky+VM0pUi1R9zBhwoQyadKkctddd9VfNlPi/eJ94/076zhiie8R36dfdR1xcl9iiSXa7x8n/wiBmamIv/rqq8taa63V9b0/+MEPliuuuKJeFKBltgRI5c4772y1zqo60cUSzVl/+ctf1oumxCOkmEN85ZVX7joxVssyyyxTtttuuzJx4sRyySWXjPguKMpF+XhdvD7ep/7escTnxuf36xHalVde2Tqpd35GnPT/8pe/1Ium/exnPytvectb2u8fLbe22WabEe8bYPyYrQFSiX4inU1yY4lOiNdff329aNo//vGPss8++3SdHIdbok5g8cUXL8svv3xZffXV20v8d/y9s85guCXePz4nPq9f4uQdJ/HOZrjxOf2shO8Ud4jf/OY3y3zzzdf+vKj0jx7z/bhDBMaGRgRIJR4BdfYyjyaoO++8c3nwwQfrRWdKBNNhhx1WNt10064mr5klXh/vE+/Xz8ALcbKOk3ZnC7M4qR9wwAF9awo9I/FYbsstt+y6Q4zHcRedc069KDAONSpAwqOPPlr22muv8opXvKJ90nrd615XjjzyyL49Cqp74IEHyuWXX16OP/741t3DV77yldajtVjWXXfd9r/H32N9lIvy8bpBOffcc7t628dJfIsttuh73c1I/OEPf+h6DPiRoeXCCRPKs9deWy8KjCONC5DKTTfdVD7xiU90Xe2/5z3vKb/97W/rRceU6667rqy//vpd2x0n7wis2S2Cc603vrHsM/Sd/jK0DN0ilqFUjQSuFwXGgcYGSOWiiy4q7373u7tOqPHI6Oabb64XHdXibmannXZqPbartjNG5o2TdpM8OXSH+Le99y5Dt4hDv545pi0LLVTK4YdHq4V6cWAMa3yAhHh0dfjQCeq1r31t++Q699xztx4nPfbYY/Xio0psW33ssHh8t/fQSToe5zVWBPgmmzwXIrEMBX35zW/qJYExalQESCWu0qMeovMqPQYlbNqwJSP1m6GT7XLLLdd1dxW91EfV3VU8Uhzahq4gGdqGctNN9ZLAGDOqAqRy7bXXlg996ENdJ95VVlmlVdk7GkRA1IddiSCJQBmV4tHV0F1U61FWFSLxiOtrX4tWEfXSwBgxKgOk8otf/KKrt3m0VIpmp7OjpdJIxCOprw2dVDtbmMWjq3iENagWZrNUNLfeeedpletVkCy6aLTPrpcExoBRHSAhhgf57ne/+7y+EtERblb0lRipqAyvpuONJR7DRaX5IJsCzzbXXVfK+ut3P9ZaaaVSGtCSDOifUR8glXvvvbdsvfXWz+utfcYZZ9SLzlLR/LY+lEo0043mumPeueeWsvTSz4XI0B1i2WKLGMOmXhIYhcZMgFRi8L8YeqTzhL322mu3BguclWKcr+j4Vx/nKzoIjisx9MnBB5ehW8TngmTeeUs54IAYM6VeGhhFxlyAVE499dTWsOTVyTtGrN1+++0HPnd6PDaLoUbq40gdPHQSHdfjSMVgjNtuW4b+RzwXJEsuGbOB1Us+31lnlfKZz5SyxBKlzDNPKXPPPe3f42+xbkaqzxqJXsoCYzdAQsyZ8Y1vfKNrzowYDPEHP/hBefrpp+vFZ1oMbtg5WGOElpFsa668spQ11njuZB3Lpz5VLzVNNIZYbbXussMtQ3ec5Z576q+epiozEr2UBcZ2gFRiqtaYsrVz1r53vOMdfZvcKYZTH24ujRh+nemIKY3jLiJO2AssUF8blVpl6BbyufVDFwKt8HnkkWlNg2MI+/32K0NXBNPKxN3McPOh9BIKvZQFxkeAVC699NLy/ve/v+tE/5GPfGTYecNHYrjZ/GKiJ7P5jVDUgUycWMqUKfU1pUyYMO1k/u//HlcA9bXPiQr5ZZedVnbDDetrewuFXsoC4ytAwrPPPluOOeaYsvDCC7dP+nPOOWfZbbfdykMPPVQvPqxqPvGYRbF6D/OJ99FQ0LdO5FHZfuON9bXPF73eo2y85rLLutf1Egq9lAXGX4BUHn744bLHHnu0wqMKgTe84Q2tWQYjZKbnvPPOK29/+9vbr4nHYptttlm544476kXJ2m67aSfyGOl3pHbaadprtt+++++9hEIvZYHxGyCVmDlwo402agdCLDH74MUXX9xVLh5zbbjhhl3lVlhhhTJ58uSucvTBO9857UTey9D9MQxMvOZd7+r+ey+h0EtZQIBULrzwwqHz1ju7AuLTn/50ueaaa8quu+7aNYBjzEJ47LHH1t+Cfqn6jAxXKT49UTZeE5XqnapQ6GUBRsTR0iGa9h566KFlwQUXbAVF9Yiq+ve55pqr7LnnnuWRaAnE4FR9RXrpNzN16rTXxGs71cNhJAswIo6WYdx///1lhx126OpFvvHGG5cbR1Khy8wbxB3ISPRSFhAgMxKzIa666qrlqKOOqq9ikKo6kF6Gt1cHArOco4XmqVph7bhjfc30RYuteI1WWDDLOFponmgBFydy/UCg0RwtNNN66007mY+kJ3o8toqyeqLDLOVooZnuvruUxRabdkKvxsK66qpp42BVY2Htv38pCy44rUyMhTXcoJW9hEIvZQEBQoNF7/5VVnnuxD69JUbjjcAZTi+h0EtZQIAwCvz859OGfI/ReWMukFji3z/96VLOPLNeulsvodBLWUCAAJAjQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQMr/B4wSwaTE3wtzAAAAAElFTkSuQmCC)
